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1. Full Text Spiral breakup in a RD system of cardiac excitation due to front–back interaction
by Gani, M. Osman and Ogawa, Toshiyuki
Wave motion, ISSN 0165-2125, 06/2018, Volume 79, pp. 73 - 83
Excitable media | Spiral wave | Spiral breakup | Cardiac cell dynamics | Periodic traveling wave | Physical Sciences | Technology | Mechanics | Physics, Multidisciplinary | Acoustics | Physics | Science & Technology | Cardiac arrhythmia | Fibrillation | Stability | Partial differential equations | Traveling waves | Bifurcations | Breakup | Mathematical models | Excitation | Ventricular fibrillation
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2. Full Text Collisional Breakup in a Quantum System of Three Charged Particles
by T. N. Rescigno and M. Baertschy and W. A. Isaacs and C. W. McCurdy and Lawrence Berkeley National Lab. (LBNL), Berkeley, CA (United States)
Science (American Association for the Advancement of Science), ISSN 0036-8075, 12/1999, Volume 286, Issue 5449, pp. 2474 - 2479
Molecules | Energy | Ionization | Hydrogen | Atoms | Coordinate systems | Wave functions | Research Articles | Charged particles | Electrons | Symmetry | Science & Technology - Other Topics | Multidisciplinary Sciences | Science & Technology | Electron scattering | General theories and models of atomic and molecular collisions and interactions (including statistical theories, transition state, stochastic and trajectory models, etc.) | Atomic and molecular physics | Atomic excitation and ionization by electron impact | Exact sciences and technology | Atomic and molecular collision processes and interactions | Physics | Usage | Schrodinger equation | Collisions (Nuclear physics) | Research | Differential equations, Partial | Quantum electrodynamics | Atoms & subatomic particles | Quantum theory
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3. Full Text A discrete population balance equation for binary breakage
by Liao, Y and Oertel, R and Kriebitzsch, S and Schlegel, F and Lucas, D
International journal for numerical methods in fluids, ISSN 0271-2091, 06/2018, Volume 87, Issue 4, pp. 202 - 215
total breakup model | population balance equation | computational fluid dynamics | partial breakup model | binary breakup | method of classes | Mathematics, Interdisciplinary Applications | Physical Sciences | Computer Science, Interdisciplinary Applications | Physics, Fluids & Plasmas | Technology | Computer Science | Mechanics | Mathematics | Physics | Science & Technology | Fluid dynamics | Mortality | Analysis | Formulations | Size distribution | Computational fluid dynamics | Kernel functions | Preservation | Hydrodynamics | Kernels | Particle size distribution | Dynamics | Breakage | Computer applications | Breakup | Mathematical models | Distribution functions
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4. Full Text Analytic model for the breakup of a coasting beam with space charge in isochronous accelerators
by Bi, Yuanjie and Zhang, Tianjue and Tang, Chuanxiang and Huang, Yongsheng and Yang, Jianjun
Journal of applied physics, ISSN 0021-8979, 03/2010, Volume 107, Issue 6, pp. 063304 - 063304-6
Physical Sciences | Physics | Science & Technology | Physics, Applied | Poisson's equation | Particle beams | Analysis | BEAM EMITTANCE | STABILITY | BEAMS | EQUATIONS | POISSON EQUATION | PARTICLE BEAMS | PLASMA MICROINSTABILITIES | MECHANICS | ISOCHRONOUS CYCLOTRONS | HYPOTHESIS | MASS | ORBITS | ACCELERATORS | BEAM BUNCHING | DISPERSION RELATIONS | DIFFERENTIAL EQUATIONS | PLASMA INSTABILITY | DISTURBANCES | INSTABILITY | MATHEMATICAL MODELS | CYCLOTRONS | COLLECTIVE ACCELERATORS | BEAM DYNAMICS | NEGATIVE MASS INSTABILITY | PARTICLE ACCELERATORS | SPACE CHARGE | CYCLIC ACCELERATORS | PARTIAL DIFFERENTIAL EQUATIONS | NEGATIVE MASS | DYNAMICS
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5. Full Text A hybrid lattice Boltzmann and finite difference method for droplet dynamics with insoluble surfactants
by Liu, Haihu and Ba, Yan and Wu, Lei and Li, Zhen and Xi, Guang and Zhang, Yonghao
Journal of fluid mechanics, ISSN 0022-1120, 02/2018, Volume 837, pp. 381 - 412
JFM Papers | computational methods | breakup/coalescence | capillary flows | Mechanics | Physical Sciences | Physics, Fluids & Plasmas | Technology | Physics | Science & Technology | Confinement | Deformation | Pressure effects | Partial differential equations | Methodology | Shear flow | Fluid flow | Convection | Collision dynamics | Colour | Fluids | Mathematical analysis | Dynamics | Breakup | Mathematical models | Droplets | Tension | Pollutants | Two phase flow | Computer simulation | Computational fluid dynamics | Multiphase flow | Reynolds number | Dye dispersion | Surfactants | Two dimensional flow | Flow | Interfaces | Coalescing | Equations of state | Three dimensional flow | Capillary pressure | Surface tension | Coalescence | Formulas (mathematics) | Methods | Finite difference method | Convection-diffusion equation
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6. Full Text Alternans and Spiral Breakup in an Excitable Reaction-Diffusion System: A Simulation Study
by Gani, M. Osman and Ogawa, Toshiyuki
International scholarly research notices, ISSN 2356-7872, 11/2014, Volume 2014, pp. 459675 - 14
Studies | Heart | Cardiac arrhythmia | Restitution | Researchers | Simulation | Partial differential equations | Cardiovascular disease | Physiology | Mathematical models | Diffusion
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7. Full Text One dimensional model for droplet ejection process in inkjet devices
by Jiang, Huicong and Tan, Hua
Fluids (Basel), ISSN 2311-5521, 06/2018, Volume 3, Issue 2, p. 28
Slender-jet analysis | Droplet coalescence | Drop-on-demand inkjet | Droplet breakup | Design parameters | Partial differential equations | One dimensional models | Two dimensional models | Devices | Axisymmetric flow | Design | Case studies | Nozzle geometry | Accuracy | Fluids | Robustness (mathematics) | Research methodology | Nozzles | Breakup | Droplets | Mathematical models | Fluid dynamics | Computer simulation | Computational fluid dynamics | ALE (numerical method) | Numerical methods | Hydrodynamics | Two dimensional flow | Coalescing | Dynamic tests | Laminar flow | Coalescence | Computing time | Methods | Ejection | droplet breakup | droplet coalescence | slender-jet analysis | drop-on-demand inkjet
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8. Full Text A robust front tracking method: Verification and application to simulation of the primary breakup of a liquid jet
by Bo, Wurigen and Liu, Xingtao and Glimm, James and Li, Xiaolin
SIAM journal on scientific computing, ISSN 1064-8275, 2011, Volume 33, Issue 4, pp. 1505 - 1524
Ghost fluid method | Front tracking method | Primary jet breakup | Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology | Numerical analysis. Scientific computation | Numerical analysis | Partial differential equations | Mathematical analysis | Global analysis, analysis on manifolds | Acceleration of convergence | Exact sciences and technology | Topology. Manifolds and cell complexes. Global analysis and analysis on manifolds | Methods of scientific computing (including symbolic computation, algebraic computation) | Sciences and techniques of general use
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9. Full Text Simple and double microemulsions via the capillary breakup of highly stretched liquid jets
by Evangelio, A and Campo-Cortés, F and Gordillo, J. M
Journal of fluid mechanics, ISSN 0022-1120, 10/2016, Volume 804, pp. 550 - 577
Papers | Absolute/convective instability | capillary flows | drops | Mechanics | Physical Sciences | Physics, Fluids & Plasmas | Technology | Physics | Science & Technology | Viscosity | Biotechnology | Partial differential equations | Growth rate | Growth | Disintegration | Materials | Fluid flow | Materials science | Procedures | Materials technology | Accuracy | Energy | Dynamics | Energy conservation | Cosmetics | Microemulsions | Liquids | Stability | Computational fluid dynamics | Reynolds number | Stability analysis | Rivers | Velocity | Flow stability | Jets | Instability | Gradients | Methods | Fluid dynamics | Capillary flow | Streams
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10. Full Text CFD for wastewater treatment: An overview
by Samstag, R.W and Ducoste, J.J and Griborio, A and Nopens, I and Batstone, D.J and Wicks, J.D and Saunders, S and Wicklein, E.A and Kenny, G and Laurent, J
Water science and technology, ISSN 0273-1223, 08/2016, Volume 74, Issue 3, pp. 549 - 563
Biokinetics | Modelling | Digestion | Computational fluid dynamics | Sedimentation | Flow splitting | Engineering | Physical Sciences | Engineering, Environmental | Life Sciences & Biomedicine | Technology | Water Resources | Environmental Sciences & Ecology | Science & Technology | Environmental Sciences | Models, Theoretical | Sewage - chemistry | Bacteria - metabolism | Waste Disposal, Fluid - methods | Waste Water - chemistry | Hydrodynamics | Water Purification - instrumentation | Water Purification - methods | Sewage - microbiology | Waste Water - microbiology | Bioengineering | Removal | Activated sludge | Resource recovery | Working groups | Partial differential equations | Hydraulics | Fluid flow | Agglomeration | Biology | Nutrient flow | Research | Anaerobic digestion | Environmental engineering | Waste water | Aggregation | Fluids | Anaerobic processes | Newtonian fluids | Dynamics | Breakup | Mathematical models | Civil engineering | Nutrient removal | Fluid mechanics | Nutrients (mineral) | Fluid dynamics | Biological wastewater treatment | Research & development--R&D | Disinfection | Non-Newtonian fluids | Sludge | Wastewater treatment | Biological activity | Simulation | Non Newtonian fluids | Multiphase | Flocculation | Computer applications | High frequency | Index Medicus
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